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An Elementary Approach to the Quantum Theory of Scattering by a Potential Electron Spin

Addition of Angular Momenta

Stationary Perturbation Theory

An Application of Perturbation Theory

The Fine and Hyperfine Structure of the Hydrogen Atom

Approximation Methods for Time-Dependent Problems

Systems of Identical Particles

Appendixes: Fourier Series and the Fourier Transform

The Dirac delta; " Function"

The Lagrangian and Hamiltonian in Classical Mechanics

Index

An Elementary Approach to the Quantum Theory of Scattering by a Potential Electron Spin

Addition of Angular Momenta

Stationary Perturbation Theory

目次情報: 続きを見る

Preface

The History of Quantum Mechanics / 1：

Early History / 1.1：

Enter Probability / 1.2：

Some Comparisons / 1.3：

Notes and References / 1.4：

Exercises / 1.5：

A Different Kind of Probability / 2：

Interference Effects / 2.1：

Classical and Quantum Probability / 2.2：

Conditional Expectation / 2.3：

The Quantum Logic Approach / 2.4：

States and Observables / 3.1：

Event Structures / 3.2：

Compatibility / 3.3：

A Variance Theorem / 3.4：

Uniqueness and Existence / 3.5：

Hidden Variables / 3.6：

Generalized Probability Spaces / 3.7：

The Operational Approach / 3.8：

Convex Structures / 4.1：

Operations and Instruments / 4.2：

Examples / 4.3：

Conditional Expectations / 4.4：

Total Convex Structures / 4.5：

Hilbert Space Quantum Mechanics / 4.6：

Mathematical Interlude / 4.7：

Tempered Distributions / 5.1：

Orthogonal Additivity / 5.2：

C*-Algebras / 5.3：

Random Fields / 5.4：

The Wiener Process / 6.1：

Definitions and Examples / 6.2：

Gaussian Random Fields / 6.3：

Random Fields on [characters not reproducible] (R[superscript n]) / 6.4：

Quantum Field Theory / 6.5：

Canonical Commutation Relations / 7.1：

Infinite Degrees of Freedom / 7.2：

The Wightman Axioms / 7.3：

Fock Space / 7.4：

Euclidean Random Fields / 7.5：

Bibliography / 7.6：

Index

Preface

The History of Quantum Mechanics / 1：

Early History / 1.1：

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